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Etude des fluctuations magnétiques de composés à fermions lourds par diffusion inélastique des neutrons

William Knafo 1
1 MDN - Magnétisme et Diffusion Neutronique
MEM - Modélisation et Exploration des Matériaux : DRF/IRIG/MEM
Abstract : In the present work, inelastic neutron scattering has been performed to study the magnetic excitations of the heavy fermions systems Ce(1-x)La(x)Ru2Si2 and CeIn(3-x)Sn(x). Those systems are characterized by a quantum phase transition (at T = 0) between a magnetically ordered ground state and a Fermi liquid paramagnetic ground state. The first experimental part is devoted to the system Ce(1-x)La(x)Ru2Si2. A detailed study of the temperature dependence of the magnetic fluctuations is carried out for the compound of critical concentration xc and for the paramagnetic compound of concentration x = 0. We find i) that the magnetic fluctuations saturate at low temperatures, and ii) that the dynamical susceptibility, which corresponds to those fluctuations, follows a high temperature E/T^b scaling law with b < 1. Such results do not enter the framework of quantum phase transitions theories, since i) a divergence of the spin fluctuations is expected, and ii) a E/T^b scaling law can only occur with b > 1 in those theories. A study of the ordered compounds x > xc permits to conclude that the antiferromagnetic fluctuations are critical and that they govern the transition, even if they do not diverge at the magnetic instability. The second part concerns the system CeIn(3-x)Sn(x). A study of the excitations spectra of CeIn3 illustrates the duality of heavy fermions systems : well-defined spin waves are a manifestation of the localized character of the f electrons, while the broadening the crystal field excitations is due to their itinerant character. A study of the magnetic fluctuations of the critical compound of concentration xc=0.6 seems also to indicate their saturation below 10 K.
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William Knafo. Etude des fluctuations magnétiques de composés à fermions lourds par diffusion inélastique des neutrons. Matière Condensée [cond-mat]. Université Joseph-Fourier - Grenoble I, 2004. Français. ⟨tel-00008376⟩

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